Robert Petrunia (Lakehead University) joint with Kim Huynh ...Use marginal treatment framework to...
Transcript of Robert Petrunia (Lakehead University) joint with Kim Huynh ...Use marginal treatment framework to...
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Learning-by-Exporting under Credit Constraints1
Robert Petrunia (Lakehead University)
joint with Kim Huynh (Bank of Canada),Joel Rodrigue (Vanderbilt U), Walter Steingress (Bank of Canada)
2019 Canadian Stata ConferenceMay 30, 2019 - Banff
1The views expressed in this paper are those of the authors and do not necessarilyreflect those of the Bank of Canada.
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Main question
Improved access to foreign markets increases demand and encouragesfirms to invest.
Financial constraints may prevent firms to exploit these opportunities.
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Contribution and findings
Built framework to motivate firms’ export and investment decisions
Relationship: return on exporting and firm’s access to credit markets
Firms’ financial constraints are unobserved
Use marginal treatment framework to quantify selection effect
Results
Exporters have higher productivity
Exporters have lower debt to asset ratios
Firms that are more likely to be induced to export acquire moredebt
→ positive selection is suggestive of financial constraints
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Literature
Learning from exporting
Clerides, Lach and Tybout, (1996), Bernard and Jensen (1999), Baldwinand Gu (2003)
Aw, Roberts and Winston (2007), De Loecker (2007)
Lileeva and Trefler (2010), Aw, Roberts and Xu (2011)
Credit constraints and exporting
Greenaway et al. (2007), Manova et al. (2009), Minetti and Zhu (2011),Amiti and Weinstein (2011), Manova (2013)
Caggese and Cunat (2013), Brooks and Dovis (2011), Leibovici (2014),Kohn et al. (2015)
Marginal treatment framework
Heckman and Vytlacil (2005), Carneiro, Heckman, Vytlacil (2010)
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Theoretical framework
Heterogeneous firms model of international trade
Firms can invest in productivity enhancing technology and\or exporting
Firms can borrow from investors and pledge tangible assets as collateral
Resulting constraints in Model:
1 Incentive compatibility const. (IC) → E[return invest] ≥ E[return noinvest]
2 Banks’ participation const. (PC) → E[return invest] ≥ bank loan3 Export constraint (EC) → Need to finance fixed cost to export
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Theoretical framework
Heterogeneous firms model of international trade
Firms can invest in productivity enhancing technology and\or exporting
Firms can borrow from investors and pledge tangible assets as collateral
Resulting constraints in Model:
1 Incentive compatibility const. (IC) → E[return invest] ≥ E[return noinvest]
2 Banks’ participation const. (PC) → E[return invest] ≥ bank loan
3 Export constraint (EC) → Need to finance fixed cost to export
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Theoretical framework
Heterogeneous firms model of international trade
Firms can invest in productivity enhancing technology and\or exporting
Firms can borrow from investors and pledge tangible assets as collateral
Resulting constraints in Model:
1 Incentive compatibility const. (IC) → E[return invest] ≥ E[return noinvest]
2 Banks’ participation const. (PC) → E[return invest] ≥ bank loan3 Export constraint (EC) → Need to finance fixed cost to export
5/15
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Theoretical framework
Heterogeneous firms model of international trade
Firms can invest in productivity enhancing technology and\or exporting
Firms can borrow from investors and pledge tangible assets as collateral
Resulting constraints in Model:
1 Incentive compatibility const. (IC) → E[return invest] ≥ E[return noinvest]
2 Banks’ participation const. (PC) → E[return invest] ≥ bank loan
3 Export constraint (EC) → Need to finance fixed cost to export
5/15
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Theoretical framework
Heterogeneous firms model of international trade
Firms can invest in productivity enhancing technology and\or exporting
Firms can borrow from investors and pledge tangible assets as collateral
Resulting constraints in Model:
1 Incentive compatibility const. (IC) → E[return invest] ≥ E[return noinvest]
2 Banks’ participation const. (PC) → E[return invest] ≥ bank loan3 Export constraint (EC) → Need to finance fixed cost to export
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Decision to invest and exportMarginal returns
Productivity (φ0)
Return (φ1 − φ0)
IC
Firms with higher returns will choose to export and invest.
Conditional on initial productivity and financial conditions.
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Decision to invest and exportMarginal returns
PC
Productivity (φ0)
Return (φ1 − φ0)
IC
invest
credit
not-investing
constraint
Firms with higher returns will choose to export and invest.
Conditional on initial productivity and financial conditions.
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Decision to invest and exportMarginal returns
PC
Productivity (φ0)
Return (φ1 − φ0)
IC
invest+export
credit
not-investing
EC
not-exporting
export onlyconstraint
Firms with higher returns will choose to export and invest.
Conditional on initial productivity and financial conditions.
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Decision to invest and exportMarginal returns
PC
Productivity (φ0)
Return (φ1 − φ0)
IC
invest+export
credit
not-investing
EC
not-exporting
export onlyconstraint
Firms with higher returns will choose to export and invest.
Conditional on initial productivity and financial conditions.6/15
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Going to empirics
Main identification issues:
credit constraints are not observable
Our solution:
Estimate marginal returns to exporting
Firms with higher returns will choose to export and acquire more debt
→ positive selection
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Data - ASM/T2
Two Sources linked:
ASM - Annual Survey of Manufacturers
T2 corporate tax records
ASM-T2: ASM (Plant Level) linked with T2 (Firm Level)
Annual Data: 2000-2010
Manufacturers
Firm-level variables are common to all plants of the firm.
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Data - ASM/T2
ASM production/export variables:
Value Added, Employment (production and non-production), Salary andWages,
Sales, Material and Supplies Costs, Fuel and Electricity Costs, Value ofShipments,
Value of Shipments Exported, NAICS classification, Plant Age
T2 corporate balance sheet variables
Assets, Tangible Assets, Sales, Profits, Equity,
Total Debt, Total Long-term Liabilities, Working Capital, CorporationType,
Firm corporate start year
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Estimation equation
Reg.: exporters (treated j = 1) and non-exporters (untreated j = 0)
Y[j ],it = β[j ]X[j ],it +K[j ](p) + eit (1)
Y : leverage ratio of firm i in year t (proxy for access to credit)
X : initial leverage ratio, value added labor productivity, sales, age,industry dummies
K control function: 3rd order polynomial
Andresen (2018) Stata Journal - MTEFE module
Instruments:
Industry-specific US-CA Real Exchange Rate in year t
Changes in US tariffs after China’s entry to the WTO
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ResultsDep. variable Leverage ratio
untreated treated vs. untreated
Init. leverage ratio 0.8367*** 0.0922***(0.0131) (0.0302)
Init. labor prod -0.1960*** 0.1900***(0.0276) (0.0610)
Age -0.0274 0.0756***(0.0151) (0.0329)
Age squared -0.0241*** 0.0444***(0.0046) (0.0099)
Number of obs 415,773 415,773Replications 100 100
Initial financial conditions are important
Initially less productive firms have higher leverage ratio
Exporters: higher leverage ratios, more productive and older.
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ResultsDep. variable Leverage ratio
untreated treated vs. untreated
Init. leverage ratio 0.8367*** 0.0922***(0.0131) (0.0302)
Init. labor prod -0.1960*** 0.1900***(0.0276) (0.0610)
Age -0.0274 0.0756***(0.0151) (0.0329)
Age squared -0.0241*** 0.0444***(0.0046) (0.0099)
Number of obs 415,773 415,773Replications 100 100
Initial financial conditions are important
Initially less productive firms have higher leverage ratio
Exporters: higher leverage ratios, more productive and older.
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Treatment effects
(1)
ATE 0.850***(0.061)
ATT 1.424***(0.105)
ATUT 0.512***(0.111)
LATE 0.649***(0.043)
Test of observable heterogeneity, p-value 0.0000Test of essential heterogeneity, p-value 0.0000
Exporting increases the leverage ratio.
ATT>ATE>ATUT ⇒ positive selectionfirms with higher expected returns acquire more debt
→ consistent with presence of financial constraints12/15
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Thanks/Merci
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Appendix
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Summary statistics
Non-exporters Exporters Difference
Mean Std. dev. Mean Std. dev. t-stat
Assets (thous.) 7006.3 26274.1 18535.6 40003.3 -123.0
Debt (thous.) 3822.5 13715.4 9867.4 20665.1 -124.3
Sales (thous.) 7302.0 24274.7 19276.7 37024.3 -138.1
Employment 15.31 24.15 38.3 44.7 -235.1
Profit (thous.) 1633.4 4888.1 3923.5 7134.9 -134.7
Value added labor prod (thous.) 77.2 42.1 89.3 47.8 -94.0
Debt to asset ratio 0.794 0.556 0.704 0.451 60.4
Age 9.83 5.526 10.19 5.71 -22.4
Observations 298890 201369
Exporters are larger, older and have higher productivity
Lower debt to asset ratio
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ResultsDep. variable Labour productivity
untreated treated vs. untreated
Init. leverage ratio -0.0024*** -0.0003(0.002) (0.001)
Init. labor prod 0.108*** 0.421***(0.0138) (0.0201)
Age 0.193 -0.335***(0.0132) (0.021)
Age squared -0.002*** 0.0004***(0.00003) (0.00005)
Number of obs 415,773 415,773Replications 100 100
More productive firms have lower initial debt to asset ratio
Initially more productive firms remain more productive
Exporters: more productive and younger.
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ResultsDep. variable Labour productivity
untreated treated vs. untreated
Init. leverage ratio -0.0024*** -0.0003(0.002) (0.001)
Init. labor prod 0.108*** 0.421***(0.0138) (0.0201)
Age 0.193 -0.335***(0.0132) (0.021)
Age squared -0.002*** 0.0004***(0.00003) (0.00005)
Number of obs 415,773 415,773Replications 100 100
More productive firms have lower initial debt to asset ratio
Initially more productive firms remain more productive
Exporters: more productive and younger.
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Treatment effects
(1)
ATE 0.23*(0.135)
ATT 2.203***(0.329)
ATUT -1.003***(0.205)
LATE 1.443***(0.246)
Test of observable heterogeneity, p-value 0.0000Test of essential heterogeneity, p-value 0.0000
Exporting increases productivity.
ATT>ATE>ATUT ⇒ positive selectionFirms that are more likely to choose to export become more productive.
→ firms with higher expected returns expand productivity more.15/15